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Author Question: WEjsWlo4EIvIs88+K/fcc6e84uUvVgIl0GfRXekZFtaDSYsm8GeXubFF+PJyl7JrY28lEaTArgXRrvcAz99LiAcRgQEEGIvjpx/7MA588803y2/91m/Jm970Jh2z4x1kIw8qLm4r9JlIegNQbtvJpgnPpLsQFSJwg67/KiInzlyUhz/5mGStlhKbftB4MZAIcyKfMLshlyTMneWlqYpC5s+fkwMHZuXrv+6lOiynEmNZqVuKxdBbGxeVFhscxZo (Read 12 times)

cabate

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

Question 2

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frre432

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cabate

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Reply 2 on: Jul 28, 2018
Wow, this really help


deja

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Reply 3 on: Yesterday
Great answer, keep it coming :)

 

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Your skin wrinkles if you stay in the bathtub a long time because the outermost layer of skin (which consists of dead keratin) swells when it absorbs water. It is tightly attached to the skin below it, so it compensates for the increased area by wrinkling. This happens to the hands and feet because they have the thickest layer of dead keratin cells.

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Hippocrates noted that blood separates into four differently colored liquids when removed from the body and examined: a pure red liquid mixed with white liquid material with a yellow-colored froth at the top and a black substance that settles underneath; he named these the four humors (for blood, phlegm, yellow bile, and black bile).

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